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Bell Problem Simplify 13,000 0

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5.1 Use Properties of Exponents Standards: 1.Understand ways of representing numbers 2. Understand how operations are related

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Ex. Simplify 2 3 x 2 5

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Properties of Exponents Property NameDefinition Product of Powersa m a n = a m + n Power of a Power(a m ) n =a mn Power of a Product(ab) m = a m b m Negative Exponent Zero Exponent Quotient of Powers Power of a Quotient

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Ex. Evaluate

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Ex. Evaluate the expression. a. (4 2 ) 3 b. (-8)(-8) 3 c.

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Scientific Notation Scientific notation- a number that is expressed in the form c x 10 n *Can only have 1 number in front of decimal *Moving decimal to the left = positive exponent *Moving decimal to the right = negative exponent

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Ex. Write in scientific notation. a. 145, 890, 000b. 0.00015

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Ex. Write the answer in scientific notation.

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Ex. Simplify

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Homework pg. 333 #6-16 even, 28-34 even

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8.1: Zero and Negative Exponents 8.2: Scientific Notation To simplify expressions with zero and negative exponents to write numbers in scientific and standard.

8.1: Zero and Negative Exponents 8.2: Scientific Notation To simplify expressions with zero and negative exponents to write numbers in scientific and standard.

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